Given points M and N, RMN = <-60, -18, -27>. If N is located at (-27, 9, -11), then M is located at _____. (Answer in this format: (__, __, __))
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Given points M and N, RMN = <-60, -18, -27>. If N is located at (-27, 9, -11), then M is located at _____. (Answer in this format: (__, __, __))
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- (d) None of the drawn plot of (a), (b), (C) 8f the question [ESE-2001] If the Nyquist plot cuts the negative real axis at a distance of 0.4, then the gain margin of the system is (a) 0.4 (c) 4 (d) 2.5 [ESE-2001] polar plots respectively. Match List-l with List-Il and select the correct answer: List-l and List-Il show the transfer function and******************************************************* Q2: Find the value of k for which the given linear system is stable: (use Gauss Elimination Method). [1 2 3 2 2 6 3 1 4 y 10 3. %3D 1 1 1 1. LwJb) If quantity A is PATAT with TC of 2mV/C, and quantity B is CTAT with TC of -1mVrC, then determine the following quantities if they are PTAT or CTAT 1. 1/A 2. 1/B 3. A+ 5°B
- During the first month of work, you get an assignment to perform a measurement campaign to estimate the channel path loss exponent for a new wireless product. You performed field measurements and collected the following data: Reference path loss: PL(d0) Path loss measurements: PL (d1), PL (d2), ... PL (dn), at distances d1 … dn Using the path loss exponent model, find an expression for the optimum value of the path loss exponent n, which minimizes the mean square error between measurements and the model. Hint: the optimum value of n should minimize the mean square error (MSE) between your predicted path loss and measured path loss.5/The Voltage Regulation of a Transmission Line (in the simulator) depends on which parameter/s? A. Both the Transmission Line Resistance and Inductance B. The Transmission Line Shunt Capacitance only C. The Transmission Line Inductance only D. The Transmission Line Resistance onlyPerform the addition (-120)10 and (-70)10 using 2’s and 7’s complement form.
- In processing geomagnetic data, known to the term reduced to pole (RTP)a. What are the limits of RTP use? (Angle, etc.)b. When I do RTP or choose RTE?c. Is it possible to process geomagnetic data, not reduction (RTP and RTE)? Explain in full.H.W: Consider the sys. shown below, where the dead time Ta is (0.5) sec. R Ke-Tas s(s2 + 2s + 1) Use Routh's criteria to determine the critical value of (k) for stability of the closed loop sys. and the crossing points on the imaginary axis then find the locations of all roots for the sys. char. eq.answer the 3d question please
- Please refer to the picture where problem is given.• Create an instance of Qm/prmp/Cmax with at least 3 jobs and 2 machines (at different speeds). Apply LRPT-FM rule and show the resulting schedule on a Gannt chart.8.) Sketch the root locus, for positive K, of the system shown below using the (1, 1) Pade approximation for the delay. Note that this produces a 0° root locus for positive K. State the asymptote angles and their centroid, the arrival and departure angles at any complex pole or zero, the frequencies of any imaginary axis crossings, and the locations of any break-in or break-away points. nosit viation fe scales. lov Ve 1ts she Tatia U1D vima the 0.25 SccOIG dClay -0.25s e R Σ K Y s2 + 5s + 6 +